Method of evaluating high fatigue strength material in high tensile strength steel and creation of high fatigue strength material
Abstract
The present invention provides a method of designing a high fatigue strength in high tensile strength steel, comprising: obtaining values of tensile strength sigmaB (unit thereof is MPa) and Vickers hardness Hv of the steel; measuring a flaw area of an inclusion, when a fracture origin is located only at a surface of the steel; and estimating, in designing the high fatigue strength steel, that a fatigue limit sigmaw (unit thereof is MPa) of the steel satisfies either sigmaw>=0.5 sigmaB or sigmaw>=1.6 Hv, when a square root of the flaw area, (area)½ (unit thereof is m), contained in the steel is no larger than 45.8/sigmaB2 or 4.47/Hv2. According to the present invention, a method of evaluating high fatigue strength in high tensile strength steel, in which method a relationship between a flaw dimension (area) of ODA and the fatigue strength is considered, and a high fatigue strength material can be provided.
Claims
exact text as granted — not AI-modifiedWhat is claimed is:
1. A method of designing a high fatigue strength metal, comprising:
obtaining a value σ B , corresponding to a tensile strength of a metal in terms of MPa;
obtaining a value Hv, corresponding to a Vickers hardness of said metal; and
estimating a fatigue limit σ w , of said metal in terms of MPa to satisfy one of the following equations
σ w ≧0.5 σ B , (i)
and
σ w ≧1.6 Hv (ii)
when a fracture origin is located only at a surface of said metal, and when a square root of a flaw area contained in said metal is not greater than 458/σ 2 B or 4.47/Hv 2 .
2. The method according to claim 1 wherein said metal comprises steel.
3. The method according to claim 2 wherein said flaw area corresponds to a cross-sectional flaw area.
4. A method of designing a high fatigue strength metal, comprising:
obtaining a value σ B corresponding to a tensile strength of a metal in terms of MPa;
obtaining a value Hv corresponding to a Vickers hardness of said metal;
measuring a flaw area A of an inclusion of said metal when a fracture origin is located inside said metal; and
estimating a fatigue limit σw of said metal in terms of Mpa to satisfy the equation
σ w ≧3.38 A −¼ .
5. The method according to claim 4 wherein said metal comprises steel.
6. The method according to claim 5 , wherein said flaw area A corresponds to a cross-sectional area of said inclusion.
7. A method of evaluating a high tensile strength structure, which method can be used in designing a high fatigue strength metal, said method comprising:
measuring a maximum inhomogeneous elemental area B of a high fatigue strength structure after said high fatigue strength structure has been
(i) made otherwise homogeneous by limiting the inhomogeneous elemental area, or
(ii) minuturized by reducing a block width thereof;
when said high fatigue strength structure has been made otherwise homogeneous by limiting the inhomogeneous elemental area, setting a distribution of a maximum-minimum range of said maximum inhomogeneous elemental area B in terms of μm within a range defined by the lines
(a) B ½ =0, and
(b) B ½ =0.9403y+4.571, wherein y is a standardizing parameter and a test standard area is 6.2×10 −9 m 2 ; and
when said high fatigue strength structure has been miniaturized by reducing a block width thereof, setting a distribution of a maximum-minimum range of the block width d in terms of μm within a range defined by the lines
(c) d=0, and
(d) d=0.217y+0.701, wherein y is a standardizing parameter and a test standard area 1.0×10 −10 m 2 .
8. The method according to claim 7 , wherein said metal comprises steel.
9. A method of producing a high fatigue strength metal, comprising:
designing a high fatigue strength metal by
(i) obtaining a value σ B corresponding to a tensile strength of a metal in terms of MPa;
(ii) obtaining a value Hv corresponding to a Vickers hardness of said metal; and
(iii) estimating a fatigue limit σ w of said metal in terms of MPa to satisfy one of the following equations
σ w ≧0.5 σ B , (a)
and
σ w ≧1.6 Hv (b)
when a fracture origin is located only at a surface of said metal, and when a square root of a flaw area contained in said metal is not greater than 45.8/σ 2 B or 4.47/Hv 2 ; and
evaluating a high tensile strength structure by
(iv) measuring a maximum inhomogeneous elemental area B of a high fatigue strength structure after said high fatigue strength structure has been
(a) made otherwise homogeneous by limiting the inhomogeneous elemental area, or
(b) minuturized by reducing a block width thereof;
(v) when said high fatigue strength has been made otherwise homogeneous by limiting the inhomogeneous elemental area, setting a distribution of a maximum-minimum range of said maximum inhomogeneous elemental area B in terms of μm within a range defined by the lines
(1) B ½ =0, and
(2) B ½ =0.9403y+4.571, wherein y is a standardizing parameter and a test standard area is 6.2×10 −9 m 2 ; and
(vi) when said high fatigue strength structure has been miniaturized by reducing a block width thereof, setting a distribution of a maximum-minimum range of the block width d in terms of μm within a range defined by the lines
(3) d=0, and
(4) d=0.217y+0.701, wherein y is a standardizing parameter and a test standard area is 1.0×10 −10 m 2 .
10. The method according to claim 9 wherein said metal comprises steel.
11. The method according to claim 10 wherein said flaw area corresponds to a cross-sectional flaw area.
12. A method of producing a high fatigue strength metal, comprising:
designing a high fatigue strength metal by
(i) obtaining a value σ B corresponding to a tensile strength of a metal in terms of MPa;
(ii) obtaining a value Hv corresponding to a Vickers hardness of said metal;
(iii) measuring a flaw area A of an inclusion of said metal when a fracture origin is located inside said metal; and
(iv) estimating a fatigue limit σ w of said metal in terms of Mpa to satisfy the equation σ w ≧3.38 A −¼ ; and
evaluating a high tensile strength structure by
(v) measuring a maximum inhomogeneous elemental area B of a high fatigue strength structure after said high fatigue strength structure has been
(a) made otherwise homogeneous by limiting the inhomogeneous elemental area, or
(b) minuturized by reducing a block width thereof; and
(vi) when said high fatigue strength has been made otherwise homogeneous by limiting the inhomogeneous elemental area, getting a distribution of a maximum-minimum range of said maximum inhomogeneous elemental area B in terms of μm within a range defined by the lines
(1) B ½ =0, and
(2) B ½ =0.9403y+4.571, wherein y is a standardizing parameter and a test standard area is 6.2×10 −9 m 2 ; and
(vii) when said high fatigue strength structure hag been miniaturized by reducing a block width thereof, setting a distribution of a maximum-minimum range of the block width d in terms of μm within a range defined by the lines
(3) d=0, and
(4) d=0.217y+0.701, wherein y is a standardizing parameter and a test standard area is 1.0×10 −10 m 2 .
13. The method according to claim 12 , wherein said metal comprises steel.
14. The method according to claim 13 , wherein said flaw area A corresponds to a cross-sectional area of said inclusion.
15. A method of producing a high fatigue strength metal, comprising:
designing a high fatigue strength metal by
(i) obtaining a value σ B corresponding to a tensile strength of a metal in terms of MPa;
(ii) obtaining a value Hv corresponding to a Vickers hardness of said metal; and
(iii) estimating a fatigue limit σ w of said metal in terms of MPa to satisfy one of the following equations
σ w ≧0.5 σ B , (a)
and
σ w ≧1.6 Hv (b)
when a fracture origin is located only at a surface of said metal, and when a square root of a flaw area contained in said metal is not greater than 45.8/σ 2 B or 4.47/Hv 2 ; and
subjecting said metal to a heating operation in a vacuum of at least 2×10 −6 Pa to temper said metal.
16. The method according to claim 15 wherein said metal comprises steel.
17. The method according to claim 16 , wherein said flaw area corresponds to a cross-sectional flaw area.
18. A high fatigue strength metal produced by:
designing a high fatigue strength metal by
(i) obtaining a value σ B corresponding to a tensile strength of a metal in terms of MPa;
(ii) obtaining a value Hv corresponding to a Vickers hardness of said metal; and
(iii) estimating a fatigue limit σ w of said metal in terms of MPa to satisfy one of the following equations
σ w ≧0.5 σ B , (a)
and
σ w ≧1.6 Hv (b)
when a fracture origin is located only at a surface of said metal, and when a square root of a flaw area contained in said metal is not greater than 45.8/σ 2 B or 4.47/Hv 2 ; and
evaluating a high tensile strength structure by
(iv) measuring a maximum inhomogeneous elemental area B of a high fatigue strength structure after said high fatigue strength structure has been
(a) made otherwise homogeneous by limiting the inhomogeneous elemental area, or
(b) minuturized by reducing a block width thereof;
(v) when said high fatigue strength has been made otherwise homogeneous by limiting the inhomogeneous elemental area, setting a distribution of a maximum-minimum range of said maximum inhomogeneous elemental area B in terms of μm within a range defined by the lines
(1) B ½ =0, and
(2) B ½ =0.9403y+4.571, wherein y is a standardizing parameter and a test standard area is 6.2×10 −9 m 2 ; and
(vi) when said high fatigue strength structure has been miniaturized by reducing a block width thereof, setting a distribution of a maximum-minimum range of the block width d in terms of μm within a range defined by the lines
(3) d=0, and
(4) d=0.217y+0.701, wherein y is a standardizing parameter and a test standard area is 1.0×10 −10 m 2 .
19. The high fatigue strength material according to claim 18 , wherein said metal comprises steel.
20. The high fatigue strength metal according to claim 19 , wherein said flaw area corresponds to a cross-sectional flaw area.
21. A high fatigue strength metal produced by:
designing a high fatigue strength metal by
(i) obtaining a value σ B corresponding to a tensile strength of a metal in terms of MPa;
(ii) obtaining a value Hv corresponding to a Vickers hardness of said metal;
(iii) measuring a flaw area A of an inclusion of said metal when fracture origin is located inside said metal; and
(iv) estimating a fatigue limit σ w of said metal in terms of Mpa to satisfy the equation σ w ≧3.38 A −¼ ; and
evaluating a high tensile strength structure by
(v) measuring a maximum inhomogeneous elemental area B of a high fatigue strength structure after said high fatigue strength structure has been
(a) made otherwise homogeneous by limiting the inhomogeneous elemental area, or
(b) minuturized by reducing a block width thereof; and
(vi) when said high fatigue strength has been made otherwise homogeneous by limiting the inhomogeneous elemental area, setting a distribution of a maximum-minimum range of said maximum inhomogeneous elemental area B in terms of μm within a range defined by the lines
(1) B ½ =0, and
(2) B ½ =0.9403y+4.571, wherein y is a standardizing parameter and a test standard area is 6.2×10 −9 m 2 ; and
(vii) when said high fatigue strength has been miniturized by reducing a block width thereof, setting a distribution of a maximum-minimum range of the block width d in terms of μm within a range defined by the lines
(3) d=0, and
(4) d=0.217y+0.701, wherein y is a standardizing parameter and a test standard area is 1.0×10 −10 m 2 .
22. The high fatigue strength metal according to claim 15 wherein said metal comprises steel.
23. The high fatigue strength metal according to claim 22 , wherein said flaw area A corresponds to a cross-sectional area of said inclusion.Cited by (0)
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